Heisenberg algebra for restricted Landau problem
K. Andrzejewski, P. Maslanka
TL;DR
This paper derives modified Heisenberg commutation relations for the restricted Landau problem using algebraic methods, providing a new perspective on quantum behavior in constrained magnetic systems.
Contribution
It introduces an algebraic derivation of altered Heisenberg rules specific to the restricted Landau problem, a novel approach in this context.
Findings
Modified commutation relations derived algebraically
Provides new insights into quantum constraints in magnetic fields
Potential applications in quantum Hall systems
Abstract
Algebraic derivation of modified Heisenberg commutation rules for restricted Landau problem is given.
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